%PDF-1.5
%
1 0 obj
<>/OCGs[5 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Printable Bat Coloring Page_Page 25
2021-09-02T12:25:03-06:00
2021-09-02T12:25:03-06:00
2021-09-02T12:25:03-06:00
Adobe Illustrator 24.0 (Macintosh)
256
168
JPEG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uuid:ee49c827-a030-b446-a0c5-53c955d72e29
xmp.did:6643eb0d-d371-4c6a-9acd-aace7cee9c46
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:dd9ff0c3-7e78-6a4d-ba12-d86fbe53da20
xmp.did:8b029b6a-d244-40e2-a4a3-326c1e7f07d7
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:0ca5cb4a-b9d7-4321-aa81-f613289dec21
2020-09-11T16:37:47-06:00
Adobe Illustrator CC 23.1 (Macintosh)
/
saved
xmp.iid:6643eb0d-d371-4c6a-9acd-aace7cee9c46
2021-09-02T12:25:03-06:00
Adobe Illustrator 24.0 (Macintosh)
/
Print
Adobe Illustrator
False
False
1
11.000000
8.500000
Inches
Cyan
Magenta
Yellow
Black
Default Swatch Group
0
White
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
Black
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
CMYK Red
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
CMYK Yellow
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
CMYK Green
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
CMYK Cyan
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
CMYK Blue
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
CMYK Magenta
CMYK
PROCESS
0.000000
100.000000
0.000000
0.000000
C=15 M=100 Y=90 K=10
CMYK
PROCESS
15.000000
100.000000
90.000000
10.000000
C=0 M=90 Y=85 K=0
CMYK
PROCESS
0.000000
90.000000
85.000000
0.000000
C=0 M=80 Y=95 K=0
CMYK
PROCESS
0.000000
80.000000
95.000000
0.000000
C=0 M=50 Y=100 K=0
CMYK
PROCESS
0.000000
50.000000
100.000000
0.000000
C=0 M=35 Y=85 K=0
CMYK
PROCESS
0.000000
35.000000
85.000000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000000
0.000000
90.000000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
20.000000
0.000000
100.000000
0.000000
C=50 M=0 Y=100 K=0
CMYK
PROCESS
50.000000
0.000000
100.000000
0.000000
C=75 M=0 Y=100 K=0
CMYK
PROCESS
75.000000
0.000000
100.000000
0.000000
C=85 M=10 Y=100 K=10
CMYK
PROCESS
85.000000
10.000000
100.000000
10.000000
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000000
95.000000
30.000000
C=75 M=0 Y=75 K=0
CMYK
PROCESS
75.000000
0.000000
75.000000
0.000000
C=80 M=10 Y=45 K=0
CMYK
PROCESS
80.000000
10.000000
45.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
15.000000
0.000000
0.000000
C=85 M=50 Y=0 K=0
CMYK
PROCESS
85.000000
50.000000
0.000000
0.000000
C=100 M=95 Y=5 K=0
CMYK
PROCESS
100.000000
95.000000
5.000000
0.000000
C=100 M=100 Y=25 K=25
CMYK
PROCESS
100.000000
100.000000
25.000000
25.000000
C=75 M=100 Y=0 K=0
CMYK
PROCESS
75.000000
100.000000
0.000000
0.000000
C=50 M=100 Y=0 K=0
CMYK
PROCESS
50.000000
100.000000
0.000000
0.000000
C=35 M=100 Y=35 K=10
CMYK
PROCESS
35.000000
100.000000
35.000000
10.000000
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000000
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
95.000000
20.000000
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
40.000000
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
40.000000
45.000000
50.000000
5.000000
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000000
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000000
60.000000
65.000000
40.000000
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
40.000000
65.000000
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000000
50.000000
75.000000
10.000000
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000000
60.000000
80.000000
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
40.000000
65.000000
90.000000
35.000000
C=40 M=70 Y=100 K=50
CMYK
PROCESS
40.000000
70.000000
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
70.000000
80.000000
70.000000
Grays
1
C=0 M=0 Y=0 K=100
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
C=0 M=0 Y=0 K=90
CMYK
PROCESS
0.000000
0.000000
0.000000
89.999400
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998800
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999700
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999100
C=0 M=0 Y=0 K=50
CMYK
PROCESS
0.000000
0.000000
0.000000
50.000000
C=0 M=0 Y=0 K=40
CMYK
PROCESS
0.000000
0.000000
0.000000
39.999400
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998800
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999700
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999100
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998800
Brights
1
C=0 M=100 Y=100 K=0
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
C=0 M=75 Y=100 K=0
CMYK
PROCESS
0.000000
75.000000
100.000000
0.000000
C=0 M=10 Y=95 K=0
CMYK
PROCESS
0.000000
10.000000
95.000000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
85.000000
10.000000
100.000000
0.000000
C=100 M=90 Y=0 K=0
CMYK
PROCESS
100.000000
90.000000
0.000000
0.000000
C=60 M=90 Y=0 K=0
CMYK
PROCESS
60.000000
90.000000
0.003100
0.003100
Adobe PDF library 15.00
endstream
endobj
3 0 obj
<>
endobj
7 0 obj
<>/Resources<>/Properties<>>>/Thumb 11 0 R/TrimBox[0.0 0.0 792.0 612.0]/Type/Page>>
endobj
8 0 obj
<>stream
HW˪e
?pv۲4(A>}TU:kw2
]Z,/Z/o1=;۟?QcXwۗ<_Q_}ֱ
;^[(2gX`/{g(@{aHY!x@O8wA=־h\qGڞF_^Qy7붲eڪB!X^y"{c]v+enOOXq?hNo}Ks[Y>q[Q5QƮ|`e[?pBj \gv~}~ԅI_J_Zc@P#+o8dS3\
[6z3-(}{%?j~W(